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Validity in Conductive Arguments

open access: yesArgumentation Library, 2017
An appeal to features of some case in support of attribution of some status to that case is non-conclusively valid if and only if it is not conclusively valid but any case with those features either has the status or has some overriding negatively relevant feature not implied by lacking the status.
David Hitchcock, Hitchcock David
exaly   +3 more sources
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Are Conductive Arguments Possible?

Argumentation, 2012
Conductive Arguments are held to be defeasible, non-conclusive, and neither inductive nor deductive (Blair and Johnson in Conductive argument: An overlooked type of defeasible reasoning. College, London, 2011). Of the different kinds of Conductive Arguments, I am concerned only with those for which it is claimed that countervailing considerations ...
exaly   +2 more sources

On the Logical Reconstruction of Conductive Arguments

open access: yes, 2019
In a book published in 1971, Challenge and Response: Justification in Ethics, Carl Wellman introduces the notion of “conduction” to refer to a particular type of reasoning.
Yun Xie
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The Legitimacy of Conductive Arguments: What Are the Logical Roles of Negative Considerations?

open access: yes, 2019
Recent disputes on the negative considerations of conduction (conductive arguments) give rise to the legitimacy crisis of conduction. Adler (Argumentation 27:245–257, 2013) argues that the definition of conduction implies two incompatible claims which make conduction impossible.
Yanlin Liao
openaire   +2 more sources

On conductive argumentation

Journal of Language and Politics, 2018
AbstractInspired by Aristotle and modern political theory,Fairclough and Fairclough (2012)introduce a model into Political Discourse Analysis (PDA) on the basis of deliberation and conductive argumentation (reasoning). This study makes an attempt to appraise the efficacy and adequacy of this model through examining Trump’s UN speech on Iran in 2017 in ...
Rasool Moradi-Joz   +2 more
openaire   +1 more source

Homotopy arguments for quantized Hall conductivity

Journal of Mathematical Physics, 2001
Using the strong localization bounds obtained by the Aizenman–Molcanov method for a particle in a magnetic field and a disordered potential, we show that the zero-temperature Hall conductivity of a gas of such particles is quantized and constant as long as both Fermi energy and disorder coupling parameter vary in a region of strong localization of the ...
Richter, T., Schulz-Baldes, H.
openaire   +2 more sources

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